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Determine whether the sentence is a proposition

Math

  1. Determine whether the sentence is a proposition.

    The area code for Storm Lake, Iowa, is 512.

  2. Write the negation of the statement.

    The lunch was served at noon.

  3. Write the sentence in symbolic form. Represent each component of the sentence with the letter indicated in parentheses.

    If it is a dog (d), it has fleas (f).

  4. Use the given symbols to write the symbolic statement in words.

    p:I cannot play the piano.q:I can play the violin.

    ~p ? q

  5. Use DeMorgan's laws to restate the given statement in an equivalent form.

    She did not visit France, and she did not visit Italy.

  6. Identify the antecedent and consequent of the conditional statement.

    If I had the money, I would buy the painting.

  7. State the premise, conclusion, and logical fallacy.

    If I make an exception for you, Joey will find out and want one too. Then everyone will find out, and I will have to make an exception for everyone.

  8. State the premise, conclusion, and logical fallacy.

    The police were unable to prove that a ghost wasn't responsible for the strange activity. Therefore, it was a ghost.

  9. State the premise, conclusion, and logical fallacy.

    That's America. Love it or leave it.

  10. State the premise, conclusion, and logical fallacy.

    Surely my beautiful and intelligent sister wants to give me a ride to school.

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